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The Einstein-Jordan conundrum and its relation to ongoing foundational research in local quantum physics

机译:爱因斯坦-约旦难题及其与正在进行的局部量子物理学基础研究的关系

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We demonstrate the extraordinary modernity of the 1924/25 "Einstein-Jordan fluctuation conundrum", a Gedankenexperiment which led Jordan to his quantization of waves published as a separate section in the famous Born-Heisenberg-Jordan 1926 "Dreim?nnerarbeit". The thermal nature of energy fluctuations caused by the restriction of the QFT vacuum to a subvolume remained unnoticed mainly because it is not present in QM. In order to understand the analogy with Einstein's fluctuation calculation in a thermal black body system, it is important to expose the mechanism which causes a global vacuum state to become impure on a localized subalgebra of QFT. The present work presents the fascinating history behind this problem which culminated in the more recent perception that "causal localization" leads to thermal manifestations. The most appropriate concept which places this property of QFT into the forefront is "modular localization". These new developments in QFT led to a new access to the existence problem for interacting quantum fields whose solution has remained outside the range of renormalized perturbation theory. It also clarifies open problems about the relation of particles and fields in particular about the incompletely understood crossing property. Last not least it leads to a constructive understanding of integrable versus non-integrable QFTs.
机译:我们展示了1924/25年“爱因斯坦-乔丹波动难题”的非凡现代性,这是一次格丹肯实验,使乔丹将他的波量化作为单独的部分发表在著名的Born-Heisenberg-Jordan 1926年“ Dreim?nnerarbeit”中。由于QFT真空限制于子体积而引起的能量波动的热特性仍未引起注意,这主要是因为它在QM中不存在。为了理解与热黑体系统中爱因斯坦波动计算的类比,重要的是要揭示导致整体真空状态变得不纯的机制在QFT的局部子代数上。目前的工作提出了这个问题背后的迷人历史,最终导致了最近的一种认识,即“因果局部化”导致热表现。将QFT的这种特性放在最前沿的最合适的概念是“模块化定位”。 QFT的这些新发展为相互作用的量子场提供了一个新的存在问题,这些量子场的解决方案仍不在重归一化微扰理论的范围之内。它还阐明了有关粒子与场之间关系的未解决问题,尤其是关于尚未完全理解的交叉特性的问题。最后同样重要的是,它导致了对可集成QFT和不可集成QFT的建设性理解。

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